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spheroid相关的网络例句

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It is found that span-wise TKEDC is nearly 1/3 for a fully developed turbulent flow, based on processing the experimental data of flat-plate boundary layer and the flow past prolate a spheroid according to the new idea.

使用新的思想处理平板边界层及椭球绕流的实验数据后发现,在充分发展的湍流区,流动展向的湍动能分配系数接近1/3。

The general equation of heat transfer in the stationary state is solved for four special forms of bodies, namely, plane, circular cylinder, sphere, and prolate spheroid.

接着详细研究了在稳定的情形下普遍传热方程在四种特殊形状的物体中的解,这四种特殊形状是,平面、圆柱体、球体、和长椭球。

Turbulent flow about a 4:1 prolate spheroid was measured on cross sections using the PIV technique for validating turbulence models.

为了检验湍流模型,用PIV方法测量了绕4:1椭球湍流流场的几个剖面。

Structures of the skin friction lines appearing on a prolate spheroid in l aminar and turbulent flows were investigated and compared by using an improved o il-flow visualization technique.

用改进的油流显示法研究和对比了层流和湍流状态下绕椭球流动的表面摩擦力线结构。实验中观察到,椭球表面摩擦力线在层流和湍流状态下具有不同的拓扑结构。

The effects of small grains set on the surface of prolate spheroid on SFL were also observed and analysed. In laminar flow, Re=1. 4×10〓, the shape of separation line is affected prominently by the nearby grains.

层流状态下,雷诺数为1.4×10〓时,分离线附近的颗粒状突起会显著影响分离线的形状,当雷诺数减为0.9×10〓时,颗粒对分离线只有微弱的影响。

Based on the reciprocity theorem, the analytic solutions of electric field induced by time-varying magnetic field were obtained when the boundary of volume conductor is infinity, semi-infinity and prolate spheroid respectively.

根据互易定律,给出了容积导体为无限大、半无限大及边界为长球面三种情况下,时变磁场产生的感应电场空间分布的解析表达式,它是进行磁刺激理论及试验研究的基础。

The effect of Reynolds number on rudder hydrodynamic performance is also analyzed. Up to the stall angle the computed lift and drag agree well with measurements and other author's calculations, whereas stall angle, lift and drag beyond the stall angle are slightly under-predicted. The solver is used to investigate laminar and turbulent separated flows around a 6: 1 prolate spheroid at high incidence angles and their effects on hydrodynamic forces. The second separation flows are successfully identified in both laminar and turbulent flow simulations.

应用所开发的求解器,以6:1长椭球体为算例计算了回转体在大攻角下定常斜航运动时的三维粘性流场及水动力,对层流流动和湍流流动分别进行了计算,分析了层流与湍流分离流动和涡旋产生的特点及其对水动力的影响;计算结果与他人的试验和计算数据比较,吻合程度良好,表明应用本求解器能够正确模拟这种以层流/湍流分离流为主的复杂粘性流动,得到相当精确的水动力,检验和验证了该求解器精确模拟回转体在大攻角下的粘性分离流动和计算水动力的能力。

The solver is used to investigate laminar and turbulent separated flows around a 6:1 prolate spheroid at high incidence angles and their effects on hydrodynamic forces. The second separation flows are successfully identified in both laminar and turbulent flow simulations. The computations are shown to agree well with available experimental and numerical data and the physics of 3D large-scale flow separations and vortex shedding are confirmed.

应用所开发的求解器,以6:1长椭球体为算例计算了回转体在大攻角下定常斜航运动时的三维粘性流场及水动力,对层流流动和湍流流动分别进行了计算,分析了层流与湍流分离流动和涡旋产生的特点及其对水动力的影响;计算结果与他人的试验和计算数据比较,吻合程度良好,表明应用本求解器能够正确模拟这种以层流/湍流分离流为主的复杂粘性流动,得到相当精确的水动力,检验和验证了该求解器精确模拟回转体在大攻角下的粘性分离流动和计算水动力的能力。

The image of inferior rectus muscle seemed like smooth spheroid from backward to forward,which tended to misdiagnose as tumor.

下直肌显示形状为自眶后向前圆滑的椭圆形,易误诊为肿瘤。

The results show that,after considering the Geodi-spheroid separation(the reference ellipsoid and the EGM96 Geoid are used as vertical datum for GPS and SRTM respectively),the height differences between SRTM and GPS are very small.

结果显示,经过大地水准面差距补偿后(GPS和SRTM分别采用参考椭球面和EGM96大地水准面作为高程基准),SRTM和GPS高程的差异非常小,基本上在0附近波动。

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